Skew lines are .............

Statement 1 : Lines vecr= hati-hatj+ lamda (hati+hatj-hatk) and vecr= 2hati-hatj+ mu (hati+hatj-hatk) do not intersect. Statement 2 : Skew lines never intersect.

Statement 1 : Lines vecr= hati-hatj+ lamda (hati+hatj-hatk) and vecr= 2hati-hatj+ mu (hati+hatj-hatk) do not intersect. Statement 2 : Skew lines never intersect.

Statement 1 : Lines vecr= hati-hatj+ lamda (hati+hatj-hatk) and vecr= 2hati-hatj+ mu (hati+hatj-hatk) do not intersect. Statement 2 : Skew lines never intersect.

Let l_(1) and l_(2) be the two skew lines. If P, Q are two distinct points on l_(1) and R, S are two distinct points on l_(2) , then prove that PR cannot be parallel to QS.

Let l_(1) and l_(2) be the two skew lines. If P, Q are two distinct points on l_(1) and R, S are two distinct points on l_(2) , then prove that PR cannot be parallel to QS.

Let l_1a n dl_2 be the two skew lines. If P ,Q are two distinct points on l_1n dR , S are two distinct points on l_2, then prove that P R cannot be parallel to Q Sdot

Let l_1a n dl_2 be the two skew lines. If P ,Q are two distinct points on l_1n dR , S are two distinct points on l_2, then prove that P R cannot be parallel to Q Sdot

Skew lines, Dist between parallel planes, Vector concepts in 3D

Illustration on Distance between skew lines || shortest distance ,master problem